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Model-free data-driven identification algorithm enhanced by local manifold learning
by
Su, Tung-Huan
, Chen, Chuin-Shan
, Jean, Jimmy Gaspard
in
Algorithms
/ Classical and Continuum Physics
/ Computational Science and Engineering
/ Convexity
/ Data acquisition
/ Data points
/ Elastic deformation
/ Elastic plates
/ Elastoplasticity
/ Engineering
/ Identification
/ Importance sampling
/ Machine learning
/ Manifolds (mathematics)
/ Mechanics
/ Neural networks
/ Original Paper
/ Plastic deformation
/ Plastic plates
/ Strain
/ Stress distribution
/ Theoretical and Applied Mechanics
2023
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Model-free data-driven identification algorithm enhanced by local manifold learning
by
Su, Tung-Huan
, Chen, Chuin-Shan
, Jean, Jimmy Gaspard
in
Algorithms
/ Classical and Continuum Physics
/ Computational Science and Engineering
/ Convexity
/ Data acquisition
/ Data points
/ Elastic deformation
/ Elastic plates
/ Elastoplasticity
/ Engineering
/ Identification
/ Importance sampling
/ Machine learning
/ Manifolds (mathematics)
/ Mechanics
/ Neural networks
/ Original Paper
/ Plastic deformation
/ Plastic plates
/ Strain
/ Stress distribution
/ Theoretical and Applied Mechanics
2023
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
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Model-free data-driven identification algorithm enhanced by local manifold learning
by
Su, Tung-Huan
, Chen, Chuin-Shan
, Jean, Jimmy Gaspard
in
Algorithms
/ Classical and Continuum Physics
/ Computational Science and Engineering
/ Convexity
/ Data acquisition
/ Data points
/ Elastic deformation
/ Elastic plates
/ Elastoplasticity
/ Engineering
/ Identification
/ Importance sampling
/ Machine learning
/ Manifolds (mathematics)
/ Mechanics
/ Neural networks
/ Original Paper
/ Plastic deformation
/ Plastic plates
/ Strain
/ Stress distribution
/ Theoretical and Applied Mechanics
2023
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Model-free data-driven identification algorithm enhanced by local manifold learning
Journal Article
Model-free data-driven identification algorithm enhanced by local manifold learning
2023
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Overview
Reliable and consistent material data identification is essential to the data-driven computational mechanics paradigm. This paper presents a generalized data-driven identification (DDI) approach to constructing material databases of high quality. We integrate the locally convex reconstruction method into DDI to formulate the local-convexity DDI (LCDDI) method. The LCDDI method can learn the local structures of material data and thus produce structure-informed optimal material data points for solving stresses with given strains. The effectiveness of the LCDDI method at addressing large acquisitions of material data with a complex heterogeneous strain field is demonstrated through two numerical experiments: a perforated elastic plate and a center-holed elasto-plastic plate. Convergence studies show that results using the LCDDI method are dramatically improved. We further explain how the LCDDI method manages to accurately identify mechanical stress fields and a high-fidelity material database under the condition of imbalanced distribution of elastic and plastic deformation. Discussion of the LCDDI method in regards to the oversampling issue, the capability of full-domain analysis, and importance sampling is given. Finally, we conclude that the LCDDI method can extract a vast amount of material data points with improved quality from full-field strain measurements, and can serve as a more reliable technique for material data acquisition.
Publisher
Springer Berlin Heidelberg,Springer Nature B.V
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